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A memetic particle swarm optimization algorithm for multimodal optimization problems

机译:求解多峰优化问题的模因粒子群算法

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摘要

Recently, multimodal optimization problems (MMOPs) have gained a lot of attention from the evolutionary algorithm (EA) community since many real-world applications are MMOPs and may require EAs to present multiple optimal solutions. In this paper, a memetic algorithm that hybridizes particle swarm optimization (PSO) with a local search (LS) technique, called memetic PSO (MPSO), is proposed for locating multiple global and local optimal solutions in the fitness landscape of MMOPs. Within the framework of the proposed MPSO algorithm, a local PSO model, where the particles adaptively form different species based on their indices in the population to search for different sub-regions in the fitness landscape in parallel, is used for globally rough exploration, and an adaptive LS method, which employs two different LS operators in a cooperative way, is proposed for locally refining exploitation. In addition, a triggered re-initialization scheme, where a species is re-initialized once converged, is introduced into the MPSO algorithm in order to enhance its performance of solving MMOPs. Based on a set of benchmark functions, experiments are carried out to investigate the performance of the MPSO algorithm in comparison with some EAs taken from the literature. The experimental results show the efficiency of the MPSO algorithm for solving MMOPs.
机译:最近,由于许多实际应用是MMOP,因此多模式优化问题(MMOP)已从进化算法(EA)社区中引起了很多关注,并且可能需要EA提出多种最优解决方案。在本文中,提出了一种将粒子群优化(PSO)与局部搜索(LS)技术混合的模因算法,称为模因PSO(MPSO),用于在MMOPs适应度环境中定位多个全局和局部最优解。在提出的MPSO算法的框架内,使用局部PSO模型进行全局粗略探索,在该模型中,粒子根据种群中的指数自适应地形成不同的物种,以并行搜索健身景观中的不同子区域,并且提出了一种自适应的LS方法,该方法以协作的方式使用两个不同的LS算子,用于局部优化开发。此外,MPSO算法中引入了一种触发的重新初始化方案,该方案一旦收敛,便会对其进行初始化,以增强其求解MMOP的性能。基于一组基准函数,与从文献中获取的一些EA进行了对比,研究了MPSO算法的性能。实验结果表明,MPSO算法解决了MMOPs问题。

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